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          <div id="title">第1章实数集与函数</div>
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          <div class="text" id="author-name">RUWU</div>
          <div class="text" id="share-time">2024-02-19</div>
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    <path stroke="#0098b9" transform="matrix(1,0,0,1,1044.5,2279.91)" stroke-linecap="round" id="278" fill="none" ed:tosuperid="277" stroke-linejoin="round" ed:parentid="275" d="M-13.5,0L0,0L13.5,0"/>
    <path stroke="#0098b9" transform="matrix(1,0,0,1,748.3,2260.42)" stroke-linecap="round" id="281" fill="none" ed:tosuperid="280" stroke-linejoin="round" ed:parentid="255" d="M0,-59.3L0,59.3L13.5,59.3"/>
    <g transform="matrix(1,0,0,1,21,1278.11)" ed:layout="rightmap" id="101" ed:topictype="mainidea" ed:height="73.2" ed:width="395.8">
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            <tspan style="white-space:pre" x="20" y="53.1">第一章实数集与函数</tspan>
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            <tspan style="white-space:pre" x="8" y="21.5">将实数统一表示为无限小数</tspan>
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        <use transform="translate(7,2)" xlink:href="#image3" x="0" y="0" width="122" height="36"/>
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        <image xlink:href="" width="100%" height="100%" preserveAspectRatio="none"/>
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    <g transform="matrix(1,0,0,1,593.8,166.36)" id="116" ed:parentid="102" ed:height="26.3" ed:width="68.40000000000001">
        <path stroke="#fa8155" fill="none" stroke-linejoin="round" d="M0,26.3L68.4,26.3"/>
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            <tspan style="white-space:pre" x="8" y="21.5">定义1</tspan>
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    <g transform="matrix(1,0,0,1,689.2,166.36)" id="118" ed:parentid="116" ed:height="26.3" ed:width="171.6">
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            <tspan style="white-space:pre" x="8" y="21.5">非负实数比较大小</tspan>
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    <g transform="matrix(1,0,0,1,593.8,273.17)" id="120" ed:parentid="102" ed:height="26.3" ed:width="68.40000000000001">
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            <tspan style="white-space:pre" x="8" y="21.5">定义2</tspan>
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        <path stroke="#fa8155" fill="none" stroke-linejoin="round" d="M0,43.4L324,43.4"/>
        <use transform="translate(7,2)" xlink:href="#image4" x="0" y="0" width="310" height="38"/>
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        <path stroke="#fa8155" fill="none" stroke-linejoin="round" d="M0,42.2L257,42.2"/>
        <use transform="translate(7,2)" xlink:href="#image5" x="0" y="0" width="243" height="37"/>
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    <symbol id="image5">
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    <g transform="matrix(1,0,0,1,689.2,297.73)" id="128" ed:parentid="120" ed:height="58.6428" ed:width="215">
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        <use transform="translate(7,2)" xlink:href="#image6" x="0" y="0" width="201" height="53"/>
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    <symbol id="image6">
        <image xlink:href="" width="100%" height="100%" preserveAspectRatio="none"/>
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    <g transform="matrix(1,0,0,1,593.8,386.44)" id="131" ed:parentid="102" ed:height="26.3" ed:width="58">
        <path fill="#ff3c00" d="M0,0L58,0L58,26.3L0,26.3L0,0z"/>
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            <tspan style="white-space:pre" x="8" y="21.5">命题</tspan>
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        <use transform="translate(7,2)" xlink:href="#image7" x="0" y="0" width="770" height="37"/>
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    <symbol id="image7">
        <image xlink:href="" width="100%" height="100%" preserveAspectRatio="none"/>
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    <g transform="matrix(1,0,0,1,593.8,459.04)" id="136" ed:parentid="102" ed:height="26.3" ed:width="98">
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            <tspan style="white-space:pre" x="8" y="21.5">实数性质</tspan>
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    <g transform="matrix(1,0,0,1,718.8,426.24)" id="138" ed:parentid="136" ed:height="26.3" ed:width="382.8">
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            <tspan style="white-space:pre" x="8" y="21.5">四则运算封闭性、大小有序性、大小传递性</tspan>
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    <g transform="matrix(1,0,0,1,718.8,459.04)" id="140" ed:parentid="136" ed:height="26.3" ed:width="114">
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            <tspan style="white-space:pre" x="8" y="21.5">阿基米德性</tspan>
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    <g transform="matrix(1,0,0,1,859.8,459.04)" id="142" ed:parentid="140" ed:height="26.3" ed:width="238.8">
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            <tspan style="white-space:pre" x="8" y="21.5">b>a>0,则存在n>0使得na>b</tspan>
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    <g transform="matrix(1,0,0,1,718.8,491.84)" id="144" ed:parentid="136" ed:height="26.3" ed:width="75.59999999999999">
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            <tspan style="white-space:pre" x="7" y="21.5">稠密性</tspan>
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    <g transform="matrix(1,0,0,1,821.4,491.84)" id="146" ed:parentid="144" ed:height="26.3" ed:width="402">
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            <tspan style="white-space:pre" x="8" y="21.5">任两个不相等的实数之间一定存在另一个实数</tspan>
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    <g transform="matrix(1,0,0,1,593.8,719.42)" id="148" ed:parentid="102" ed:height="26.3" ed:width="158">
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            <tspan style="white-space:pre" x="8" y="21.5">绝对值与不等式</tspan>
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    <g transform="matrix(1,0,0,1,778.8,524.64)" id="150" ed:parentid="148" ed:height="221.084" ed:width="614">
        <path stroke="#fa8155" fill="none" stroke-linejoin="round" d="M0,221.1L614,221.1"/>
        <use transform="translate(7,2)" xlink:href="#image8" x="0" y="0" width="600" height="216"/>
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            <tspan style="white-space:pre" x="18" y="32.5">数集·确界原理</tspan>
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            <tspan style="white-space:pre" x="8" y="21.5">区间</tspan>
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    <g transform="matrix(1,0,0,1,798.8,778.72)" id="159" ed:parentid="157" ed:height="26.3" ed:width="450">
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            <tspan style="white-space:pre" x="8" y="21.5">开区间（a,b）、闭区间[a,b]、半开半闭区间(a,b]</tspan>
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    <g transform="matrix(1,0,0,1,798.8,811.52)" id="161" ed:parentid="157" ed:height="26.3" ed:width="190.8">
        <path stroke="#ffad36" fill="none" stroke-linejoin="round" d="M0,26.3L190.8,26.3"/>
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            <tspan style="white-space:pre" x="8" y="21.5">有限区间、无限区间</tspan>
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    <g transform="matrix(1,0,0,1,713.8,942)" id="163" ed:parentid="153" ed:height="26.3" ed:width="58">
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            <tspan style="white-space:pre" x="8" y="21.5">邻域</tspan>
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        <use transform="translate(7,2)" xlink:href="#image9" x="0" y="0" width="474" height="40"/>
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    <g transform="matrix(1,0,0,1,713.8,1087.58)" id="177" ed:parentid="153" ed:height="26.3" ed:width="168.4">
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            <tspan style="white-space:pre" x="8" y="21.5">定义1（上下界）</tspan>
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    <g transform="matrix(1,0,0,1,909.2,1103.98)" id="182" ed:parentid="177" ed:height="26.3" ed:width="469.2">
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            <tspan style="white-space:pre" x="8" y="21.5">数集S既有上界又有下界，则为有界集，反之为无界集</tspan>
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            <tspan style="white-space:pre" x="8" y="21.5">定义2（上确界）</tspan>
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            <tspan style="white-space:pre" x="8" y="21.5">定义3（下确界）</tspan>
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            <tspan style="white-space:pre" x="8" y="21.5">反函数</tspan>
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            <tspan style="white-space:pre" x="8" y="21.5">初等函数（六类）</tspan>
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            <tspan style="white-space:pre" x="8" y="21.6">常量函数、幂函数、指数函数、对数函数、三角函数、反</tspan>
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            <tspan style="white-space:pre" x="8" y="21.5">定义3（单调函数）</tspan>
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            var pps = ps.match(/(\-?\d+(\.\d+)?)[\, ](\-?\d+(\.\d+)?)[\, ](\-?\d+(\.\d+)?)[\, ](\-?\d+(\.\d+)?)[\, ](\-?\d+(\.\d+)?)[\, ](\-?\d+(\.\d+)?)\)$/);
            var maArr = [parseFloat(pps[1]), parseFloat(pps[3]), parseFloat(pps[5]), parseFloat(pps[7]), parseFloat(pps[9]), parseFloat(pps[11])];
            if (maArr[1] == 0) {
                var x = parseFloat(cs[0]);
                var y = parseFloat(cs[1]) + 16;
                var x1 = x * maArr[0] + y * maArr[2] + maArr[4];
                var y1 = x * maArr[1] + y * maArr[3] + maArr[5];
                x1 = x1.tosuitsvg();
                y1 = y1.tosuitsvg();
                var trstr = 'translate(' + x1 + ',' + y1 + ')';
            } else {
                var x = parseFloat(cs[0]) + 16;
                var y = parseFloat(cs[1]) + 16;
                var x1 = x * maArr[0] + y * maArr[2] + maArr[4];
                var y1 = x * maArr[1] + y * maArr[3] + maArr[5];
                x = parseFloat(cs[0]) + 16;
                y = parseFloat(cs[1]);
                var x2 = x * maArr[0] + y * maArr[2] + maArr[4];
                var y2 = x * maArr[1] + y * maArr[3] + maArr[5];
                var fx = x1 < x2 ? x1.tosuitsvg() : x2.tosuitsvg();
                var fy = y1 > y2 ? y1.tosuitsvg() : y2.tosuitsvg();
                var offy = Math.abs(y1 - y2);
                var trstr = 'translate(' + fx + ',' + fy + ')';
                popupR.setAttribute('height', offy.toString());
                popupR.setAttribute('width', '16');
                popupR.setAttribute('y', (-offy).toString());
                popupR.setAttribute('fill', 'transparent');
                popup.appendChild(popupR);
            }
        }
        popup.setAttribute('transform', trstr);
        popup.setAttribute('comment', '');
        popup.style.display = 'none';
        let commentid = comments[i].parentNode.parentNode.id + "," + comments[i].parentNode.id;
        popup.setAttribute('ed:commentid', commentid);
        document.querySelector('#svg-container > svg:nth-child(' + index + ')').appendChild(popup);
        comments[i].onmouseover = function () {
            // var commentid = this.parentNode.id;
            this.querySelector('rect').style.display = 'block';
            document.querySelector("g[ed\\:commentid='" + commentid + "'][comment]").style.display = 'block';
        };
        comments[i].onmouseout = function () {
            // var commentid = this.parentNode.id;
            //        window.getSelection().removeAllRanges();
            this.querySelector('rect').style.display = 'none';
            document.querySelector("g[ed\\:commentid='" + commentid + "'][comment]").style.display = 'none';
        }
    }
}
//--comment
//note--
if (!ua) {
    function getwh(s, p) {
        var mainp = document.createElement('div');
        mainp.style.cssText = s;
        mainp.style.display = 'inline-block';
        mainp.style.maxWidth = '400px';
        mainp.style.wordBreak = 'break-all';
        mainp.innerHTML = p;
        document.body.appendChild(mainp);
        var w = mainp.clientWidth;
        var h = mainp.clientHeight;
        document.body.removeChild(mainp);
        return [w, h]
    }
    svgElems = document.querySelectorAll("svg");
    for (let index = 1; index <= svgElems.length; index++) {
        var notes = document.querySelectorAll('svg:nth-child(' + index + ') g>g[ed\\:note]');
        for (var i = 0; i < notes.length; i++) {
            var a = notes[i].getAttribute('ed:note');
            var noteLock = notes[i].getAttribute('ed:notelock');
            if (noteLock == 'true') {
                continue;
            }
            var mainp = a.match(/<body[^>]*>(.*)<\/body>/)[1];
            var mains = a.match(/style="(.*?)"/)[1];
            var out = document.createElementNS('http://www.w3.org/2000/svg', 'g');
            var oline = document.createElementNS('http://www.w3.org/2000/svg', 'rect');
            var popup = document.createElementNS('http://www.w3.org/2000/svg', 'foreignObject');
            var popupR = document.createElementNS('http://www.w3.org/2000/svg', 'rect');
            var hover = document.createElementNS('http://www.w3.org/2000/svg', 'rect');
            hover.setAttribute('fill', '#cdcdff');
            hover.setAttribute('x', '0');
            hover.setAttribute('y', '0');
            hover.setAttribute('height', '16');
            hover.setAttribute('width', '16');
            hover.setAttribute('fill-opacity', '0.6');
            hover.setAttribute('transform', notes[i].querySelector('use').getAttribute('transform'));
            hover.style.display = 'none';
            notes[i].appendChild(hover);
            popup.style.cssText = mains;
            popup.innerHTML = mainp;
            var wh = getwh(mains, mainp);
            popup.setAttribute('width', wh[0]);
            popup.setAttribute('height', wh[1]);
            popup.setAttribute('transform', 'translate(8,4)');
            popup.style.wordBreak = 'break-all';
            popup.style.textAlign = 'left';
            oline.setAttribute('x', '0');
            oline.setAttribute('y', '0');
            oline.setAttribute('width', wh[0] + 16);
            oline.setAttribute('height', wh[1] + 8);
            oline.setAttribute('stroke', '#a27a00');
            oline.setAttribute('fill', '#ffe79d');
            out.appendChild(oline);
            out.appendChild(popup);
            out.setAttribute('note', '');
            out.style.display = 'none';
            let noteid = notes[i].parentNode.parentNode.id + "," + notes[i].parentNode.id;
            out.setAttribute('ed:noteid', noteid);
            out.onmouseover = function () {
                this.style.display = 'block';
            };
            out.onmouseout = function () {
                //        window.getSelection ? window.getSelection().removeRange(window.getSelection().re):document.selection.empty();

                this.style.display = 'none';
            };
            var cs = notes[i].querySelector('use').getAttribute('transform').match(/\((\S*|\S*\s\S*)\)/)[1].split(/ |,/);
            var ps = notes[i].parentNode.getAttribute('transform');
            if (ps.substr(0, 2) == 'tr') {
                var pps = ps.match(/\((\S*|\S*\s\S*)\)/)[1].split(/ |,/);
                var x = parseFloat(cs[0]) + parseFloat(pps[0]);
                var y = parseFloat(pps[1]);
                x = x.tosuitsvg();
                y = y.tosuitsvg();
                var trstr = 'translate(' + x + ',' + y + ')';
            } else if (ps.substr(0, 2) == 'ma') {
                var pps = ps.match(/(\-?\d+(\.\d+)?)[\, ](\-?\d+(\.\d+)?)[\, ](\-?\d+(\.\d+)?)[\, ](\-?\d+(\.\d+)?)[\, ](\-?\d+(\.\d+)?)[\, ](\-?\d+(\.\d+)?)\)$/);
                var maArr = [parseFloat(pps[1]), parseFloat(pps[3]), parseFloat(pps[5]), parseFloat(pps[7]), parseFloat(pps[9]), parseFloat(pps[11])];
                if (maArr[1] == 0) {
                    var x = parseFloat(cs[0]);
                    var y = parseFloat(cs[1]) + 16;
                    var x1 = x * maArr[0] + y * maArr[2] + maArr[4];
                    var y1 = x * maArr[1] + y * maArr[3] + maArr[5];
                    x1 = x1.tosuitsvg();
                    y1 = y1.tosuitsvg();
                    var trstr = 'translate(' + x1 + ',' + y1 + ')';
                } else {
                    var x = parseFloat(cs[0]) + 16;
                    var y = parseFloat(cs[1]) + 16;
                    var x1 = x * maArr[0] + y * maArr[2] + maArr[4];
                    var y1 = x * maArr[1] + y * maArr[3] + maArr[5];
                    x = parseFloat(cs[0]) + 16;
                    y = parseFloat(cs[1]);
                    var x2 = x * maArr[0] + y * maArr[2] + maArr[4];
                    var y2 = x * maArr[1] + y * maArr[3] + maArr[5];
                    var fx = x1 < x2 ? x1.tosuitsvg() : x2.tosuitsvg();
                    var fy = y1 > y2 ? y1.tosuitsvg() : y2.tosuitsvg();
                    var offy = Math.abs(y1 - y2);
                    var trstr = 'translate(' + fx + ',' + fy + ')';
                    popupR.setAttribute('height', offy.toString());
                    popupR.setAttribute('width', '16');
                    popupR.setAttribute('y', (-offy).toString());
                    popupR.setAttribute('fill', 'transparent');
                    popup.appendChild(popupR);
                }
            }
            out.setAttribute('transform', trstr);
            document.querySelector('#svg-container > svg:nth-child(' + index + ')').appendChild(out);
            notes[i].onmouseover = function () {
                // var noteid = noteid;
                this.querySelector('rect').style.display = 'block';
                document.querySelector("g[ed\\:noteid='" + noteid + "'][note]").style.display = 'block';
            };
            notes[i].onmouseout = function () {
                // var noteid = noteid;
                //        window.getSelection().removeAllRanges();
                this.querySelector('rect').style.display = 'none';
                document.querySelector("g[ed\\:noteid='" + noteid + "'][note]").style.display = 'none';
            }
        }
    }
} else {
    console.log('抱歉，IE浏览器不支持note解析，请使用其他内核浏览器。谢谢！')
}
//--note
//hyperlink--
function getmaxlen(arr, brr) {
    var l = 0;
    var ll = 0;
    for (var j = 0; j < arr.length; j++) {
        var e = document.createElementNS('http://www.w3.org/2000/svg', 'text');
        if (!isNaN(linkarr[j])) {
            e.textContent = 'Page-' + arr[j];
        } else {
            e.textContent = arr[j];
        }
        e.style.fontSize = '12px';
        document.body.getElementsByTagName('svg')[0].appendChild(e);
        var ew = e.getBBox().width;
        document.body.getElementsByTagName('svg')[0].removeChild(e);
        var h = document.createElementNS('http://www.w3.org/2000/svg', 'text');
        h.textContent = brr[j];
        h.style.fontSize = '12px';
        h.style.fontWeight = 'bold';
        document.body.getElementsByTagName('svg')[0].appendChild(h);
        var hw = h.getBBox().width;
        document.body.getElementsByTagName('svg')[0].removeChild(h);
        l = ew > hw ? ew : hw;
        ll = l > ll ? l : ll;
    }
    return ll;
}
svgElems = document.querySelectorAll("svg");
for (let index = 1; index <= svgElems.length; index++) {
    let svgElem = svgElems[index];
    let links = document.querySelectorAll("svg:nth-child(" + index + ") g>g[ed\\:hyperlink]")
    console.log(links);
    // var links=document.querySelectorAll('g>g[ed\\:hyperlink]');
    for (var i = 0; i < links.length; i++) {
        var popup = document.createElementNS('http://www.w3.org/2000/svg', 'g');
        var popupR = document.createElementNS('http://www.w3.org/2000/svg', 'rect');
        var hover = document.createElementNS('http://www.w3.org/2000/svg', 'rect');
        var descarr = [];
        var linkarr = [];
        hover.setAttribute('fill', '#cdcdff');
        hover.setAttribute('x', '0');
        hover.setAttribute('y', '0');
        hover.setAttribute('height', '16');
        hover.setAttribute('width', '16');
        hover.setAttribute('fill-opacity', '0.6');
        hover.setAttribute('transform', links[i].querySelector('use').getAttribute('transform'));
        hover.style.display = 'none';
        links[i].appendChild(hover);
        // console.log(links[i].getAttribute('ed:hyperlink'));
        var a = JSON.parse(links[i].getAttribute('ed:hyperlink'));
        var cs = links[i].querySelector('use').getAttribute('transform').match(/\((\S*|\S*\s\S*)\)/)[1].split(/ |,/);
        var ps = links[i].parentNode.getAttribute('transform');
        if (ps.substr(0, 2) == 'tr') {
            var pps = ps.match(/\((\S*|\S*\s\S*)\)/)[1].split(/ |,/);
            var x = parseFloat(cs[0]) + parseFloat(pps[0]);
            var y = parseFloat(pps[1]);
            x = x.tosuitsvg();
            y = y.tosuitsvg();
            var trstr = 'translate(' + x + ',' + y + ')';
        } else if (ps.substr(0, 2) == 'ma') {
            var pps = ps.match(/(\-?\d+(\.\d+)?)[\, ](\-?\d+(\.\d+)?)[\, ](\-?\d+(\.\d+)?)[\, ](\-?\d+(\.\d+)?)[\, ](\-?\d+(\.\d+)?)[\, ](\-?\d+(\.\d+)?)\)$/);
            var maArr = [parseFloat(pps[1]), parseFloat(pps[3]), parseFloat(pps[5]), parseFloat(pps[7]), parseFloat(pps[9]), parseFloat(pps[11])];
            if (maArr[1] == 0) {
                var x = parseFloat(cs[0]);
                var y = parseFloat(cs[1]) + 16;
                var x1 = x * maArr[0] + y * maArr[2] + maArr[4];
                var y1 = x * maArr[1] + y * maArr[3] + maArr[5];
                x1 = x1.tosuitsvg();
                y1 = y1.tosuitsvg();
                var trstr = 'translate(' + x1 + ',' + y1 + ')';
            } else {
                var x = parseFloat(cs[0]) + 16;
                var y = parseFloat(cs[1]) + 16;
                var x1 = x * maArr[0] + y * maArr[2] + maArr[4];
                var y1 = x * maArr[1] + y * maArr[3] + maArr[5];
                x = parseFloat(cs[0]) + 16;
                y = parseFloat(cs[1]);
                var x2 = x * maArr[0] + y * maArr[2] + maArr[4];
                var y2 = x * maArr[1] + y * maArr[3] + maArr[5];
                var fx = x1 < x2 ? x1.tosuitsvg() : x2.tosuitsvg();
                var fy = y1 > y2 ? y1.tosuitsvg() : y2.tosuitsvg();
                var offy = Math.abs(y1 - y2);
                var trstr = 'translate(' + fx + ',' + fy + ')';
                popupR.setAttribute('height', offy.toString());
                popupR.setAttribute('width', '16');
                popupR.setAttribute('y', (-offy).toString());
                popupR.setAttribute('fill', 'transparent');
                popup.appendChild(popupR);
            }
        }
        var al = a.length;
        for (var j = 0; j < al; j++) {
            linkarr.push(a[j].link);
            descarr.push(a[j].desc);
        }
        popup.setAttribute('transform', trstr);
        var max = getmaxlen(linkarr, descarr);
        for (var k = 0; k < al; k++) {
            var c = document.createElementNS('http://www.w3.org/2000/svg', 'a');
            var d = document.createElementNS('http://www.w3.org/2000/svg', 'rect');
            var e = document.createElementNS('http://www.w3.org/2000/svg', 'text');
            var f = document.createElementNS('http://www.w3.org/2000/svg', 'text');
            if (isNaN(linkarr[k])) {
                c.setAttributeNS("http://www.w3.org/2000/svg", "xlink", "http://www.w3.org/1999/xlink");
                c.setAttributeNS("http://www.w3.org/1999/xlink", "href", linkarr[k]);
                c.setAttribute('target', '_blank');
                e.textContent = linkarr[k];
            } else {
                e.textContent = 'Page-' + linkarr[k];
                c.setAttributeNS("http://www.w3.org/2000/svg", "xlink", "http://www.w3.org/1999/xlink");
                c.setAttributeNS("http://www.w3.org/1999/xlink", "href", "#" + linkarr[k]);
            }
            d.setAttribute('width', max + 10);
            d.setAttribute('height', '33');
            d.setAttribute('stroke', '#999999');
            d.setAttribute('fill', 'white');
            d.setAttribute('y', 33 * k);
            f.textContent = descarr[k];
            f.style.fontSize = '12px';
            f.style.fontWeight = 'bold';
            f.setAttribute('x', 5);
            f.setAttribute('y', 33 * k + 12);
            e.style.fontSize = '12px';
            e.setAttribute('y', 33 * k + 28);
            e.setAttribute('x', 5);
            c.appendChild(d);
            c.appendChild(f);
            c.appendChild(e);
            c.onmouseover = function () {
                this.querySelector('rect').style.fill = '#e1e1ff'
            };
            c.onmouseout = function () {
                this.querySelector('rect').style.fill = 'white'
            };
            popup.appendChild(c);
        }
        popup.style.display = 'none';
        popup.setAttribute('hyperlink', '');
        popup.setAttribute('ed:linkid', links[i].parentNode.parentNode.id + "," + links[i].parentNode.id);
        popup.onmouseover = function () {
            this.style.display = 'block';
        };
        popup.onclick = function () {
            this.style.display = 'none';
        };
        popup.onmouseout = function () {
            this.style.display = 'none';
        };
        document.querySelector('#svg-container > svg:nth-child(' + index + ')').appendChild(popup);
        links[i].onmouseover = function () {
            var linkid = this.parentNode.parentNode.id + "," + this.parentNode.id;
            this.querySelector('rect').style.display = 'block';
            document.querySelector("g[ed\\:linkid='" + linkid + "'][hyperlink]").style.display = 'block';
            // popup.style.display = 'block';
        }
        links[i].onmouseout = function () {
            // var linkid = this.parentNode.id;
            var linkid = this.parentNode.parentNode.id + "," + this.parentNode.id;
            this.querySelector('rect').style.display = 'none';
            document.querySelector("g[ed\\:linkid='" + linkid + "'][hyperlink]").style.display = 'none';
            // popup.style.display = 'none';
        }
    }
}

//--hyperlink
//initialize--
var shape = document.querySelectorAll('g[ed\\:togtopicid]');
var mId = document.querySelectorAll('g[ed\\:topictype]');
var dataTree = {};
var extraRela = {};
var checkID = '';
for (var i = 0; i < mId.length; i++) {
    var type = mId[i].getAttribute('ed:topictype');
    var sid = mId[i].id;
    if (type !== 'callout') {
        init(sid, dataTree)
    }
}
function init(id, obj) {
    var childs = document.querySelectorAll("g[ed\\:parentid='" + id + "']:not([ed\\:topictype])");
    var calls = document.querySelectorAll("g[ed\\:parentid='" + id + "'][ed\\:topictype]");
    var summary = document.querySelectorAll("path[ed\\:parentid*='" + id + "'][ed\\:type='summary']");
    var boundary = document.querySelectorAll("path[ed\\:parentid*='" + id + "'][ed\\:type='boundary']");
    var relafrom = document.querySelectorAll("g[ed\\:fromid*='" + id + "'][ed\\:type='relation']");
    var relato = document.querySelectorAll("g[ed\\:toid*='" + id + "'][ed\\:type='relation']");
    obj["m" + id] = {};
    var type = document.getElementById(id).getAttribute('ed:topictype');
    var iw = document.getElementById(id).getAttribute('ed:width');
    var ih = document.getElementById(id).getAttribute('ed:height');
    if (type) {
        obj["m" + id].type = type;
    }
    if (iw && ih) {
        obj["m" + id].width = iw;
        obj["m" + id].height = ih;
    }
    if (relafrom.length !== 0) {
        obj["m" + id].relafrom = {};
        for (var i = 0; i < relafrom.length; i++) {
            var indexid = relafrom[i].id;
            var toid = document.getElementById(indexid).getAttribute('ed:toid');
            if (extraRela[indexid] === undefined) {
                extraRela[indexid] = {
                    id: indexid,
                    fromid: id,
                    toid: toid,
                    isC: false
                };
            }
            obj["m" + id].relafrom[indexid] = {};
            obj["m" + id].relafrom.display = document.getElementById(id).style.display !== 'none' ? 'block' : 'none';
        }
    }
    if (relato.length !== 0) {
        obj["m" + id].relato = {};
        for (var i = 0; i < relato.length; i++) {
            var indexid = relato[i].id;
            var fromid = document.getElementById(indexid).getAttribute('ed:fromid');
            if (extraRela[indexid] === undefined) {
                extraRela[indexid] = {
                    id: indexid,
                    fromid: fromid,
                    toid: id,
                    isC: false
                };
            }
            obj["m" + id].relato[indexid] = {};
            obj["m" + id].relato.display = document.getElementById(id).style.display !== 'none' ? 'block' : 'none';
        }
    }
    if (childs.length !== 0) {
        obj["m" + id].child = {};
        if (document.querySelector("g[ed\\:togtopicid='" + id + "']")) {
            // console.log(document.querySelector("g[ed\\:togtopicid='" + id + "']").childNodes[0].getAttribute('xlink:href'));
            var tog = document.querySelector("g[ed\\:togtopicid='" + id + "']").getElementsByTagName('use')[0].getAttribute('xlink:href').slice(1);
            obj["m" + id].togtype = tog;
        }
        for (var i = 0; i < childs.length; i++) {
            var cid = childs[i].id;
            init(cid, obj["m" + id].child);
        }
    }
    if (calls.length !== 0) {
        obj["m" + id].call = {};
        for (var i = 0; i < calls.length; i++) {
            var cid = calls[i].id;
            init(cid, obj["m" + id].call);
        }
    }
    if (boundary.length !== 0) {
        obj["m" + id].boundary = {};
        for (var i = 0; i < boundary.length; i++) {
            var cid = boundary[i].id;
            init(cid, obj["m" + id].boundary);
        }
    }
    if (summary.length !== 0) {
        obj["m" + id].summary = {};
        for (var i = 0; i < summary.length; i++) {
            var cid = summary[i].id;
            init(cid, obj["m" + id].summary);
        }
    }
}
//--initialize
//toggledisplay--
var chainArr = [];
function getchain(id) {
    chainArr.unshift('m' + id);
    var parent = document.getElementById(id).getAttribute('ed:parentid');
    if (!parent) {
        return;
    }
    if (parent.match(/\,/)) {
        parent = parent.match(/\d+(?=\,)/)[0]
    }
    getchain(parent);
}
function getobj(id) {
    chainArr = [];
    getchain(id);
    var main = chainArr[0];
    if (chainArr.length > 1) {
        var obj = dataTree[main];
        // console.log(chainArr);
        for (var i = 1; i < chainArr.length; i++) {
            var a = chainArr[i];
            for (var j = 0; j < Object.keys(obj).length; j++) {
                var cobj = obj[Object.keys(obj)[j]][a];
                if (cobj) {
                    obj = cobj;
                    continue
                }
            }
        }
        return obj
    } else {
        var obj = dataTree[main];
        return obj
    }

}
for (var i = 0; i < shape.length; i++) {
    shape[i].onclick = function () {
        var id = Number(this.getAttribute('ed:togtopicid'));
        var obj = getobj(id);

        var type = obj.togtype === 'minus' ? 'plus' : 'minus';
        var display = obj.togtype === 'minus' ? 'none' : 'block';
        this.getElementsByTagName('use')[0].setAttribute('xlink:href', '#' + type);
        obj.togtype = type;
        checkID = obj;

        utd(obj, id, display);
        extraRelaFin();
    }
}
function utd(obj, id, show, oc) {

    var pshow = document.getElementById(id).style.display !== 'none' ? 'block' : 'none';
    if (obj.relafrom) {
        if (obj.relafrom.display !== pshow) {
            var relafroms = Object.keys(obj.relafrom);
            relafroms.splice(relafroms.indexOf('display'), 1);
            for (var k = 0; k < relafroms.length; k++) {
                var d = relafroms[k];
                extraRela[d].isC = true;
            }
            obj.relafrom.display = pshow;
        }
    }
    if (obj.relato) {
        if (obj.relato.display !== pshow) {
            var relatos = Object.keys(obj.relato);
            relatos.splice(relatos.indexOf('display'), 1);
            for (var k = 0; k < relatos.length; k++) {
                var d = relatos[k];
                extraRela[d].isC = true;
            }
            obj.relato.display = pshow;
        }
    }
    if (obj.call) {
        var calls = Object.keys(obj.call);
        if (checkID !== obj) {
            for (var i = 0; i < calls.length; i++) {
                var a = calls[i].slice(1);
                var b = obj.call[calls[i]];
                var c = b.togtype;
                document.getElementById(a).style.display = show;
                if (b.relafrom && !c) {
                    if (b.relafrom.display !== show) {
                        var relafroms = Object.keys(b.relafrom);
                        relafroms.splice(relafroms.indexOf('display'), 1);
                        for (var k = 0; k < relafroms.length; k++) {
                            var d = relafroms[k];
                            extraRela[d].isC = true;
                        }
                        b.relafrom.display = show;
                    }
                }
                if (b.relato && !c) {
                    if (b.relato.display !== show) {
                        var relatos = Object.keys(b.relato);
                        relatos.splice(relatos.indexOf('display'), 1);
                        for (var k = 0; k < relatos.length; k++) {
                            var d = relatos[k];
                            extraRela[d].isC = true;
                        }
                        b.relato.display = show;
                    }
                }
                if (c) {
                    document.querySelector("g[ed\\:togtopicid='" + a + "']").style.display = show;
                    if (c === 'minus') {
                        utd(b, a, show)
                    }
                    if ((b.call || b.boundary || b.summary) && c === 'plus') {
                        utd(b, a, show, true)
                    }
                }
                if (b.call && !c) {
                    utd(b, a, show, true)
                }
                if (b.summary && !c) {
                    utd(b, a, show)
                }
                if (b.boundary && !c) {
                    utd(b, a, show)
                }

            }
        }
    }
    if (obj.summary) {
        var summarys = Object.keys(obj.summary);
        if ((checkID !== obj && (obj.togtype === 'minus' || !obj.togtype)) || checkID === obj) {
            for (var i = 0; i < summarys.length; i++) {
                var a = summarys[i].slice(1);
                var osp = document.getElementById(a).getAttribute('ed:parentid');
                if (osp.match(/\,/)) {
                    var ospa = osp.split(',');
                    var ospL = 0;

                    for (var j = 0; j < ospa.length; j++) {
                        if (show == 'none') {
                            if (document.getElementById(ospa[j]).style.display != 'none') {
                                break;
                            } else {
                                ospL++;
                            }
                        } else {
                            if (document.getElementById(a).style.display != 'none') {
                                break;
                            } else {
                                ospL++;
                            }
                        }

                    }
                    if (ospL !== ospa.length) {
                        continue;
                    }
                }
                var b = obj.summary[summarys[i]];
                // console.log(a);
                document.getElementById(a).style.display = show;
                //                if(c){
                //                    document.querySelector("g[ed\\:togtopicid='"+a+"']").style.display=show;
                //                    if(c==='minus'){
                //                        utd(b,show)
                //                    }
                //                    if (b.call&&c==='plus') {
                //                        utd(b,show,true)
                //                    }
                //                }
                //                if(b.call&&!c) {
                //                    utd(b,show,true)
                //                }
                if (Object.keys(b).length !== 0) {
                    utd(b, a, show)
                }
            }
        }
    }
    if (obj.boundary) {
        var boundarys = Object.keys(obj.boundary);
        if (checkID !== obj) {
            for (var i = 0; i < boundarys.length; i++) {
                var a = boundarys[i].slice(1);
                var b = obj.boundary[boundarys[i]];
                // console.log(a);
                document.getElementById(a).style.display = show;
                //                if(c){
                //                    document.querySelector("g[ed\\:togtopicid='"+a+"']").style.display=show;
                //                    if(c==='minus'){
                //                        utd(b,show)
                //                    }
                //                    if (b.call&&c==='plus') {
                //                        utd(b,show,true)
                //                    }
                //                }
                //                if(b.call&&!c) {
                //                    utd(b,show,true)
                //                }
                if (Object.keys(b).length !== 0) {
                    utd(b, a, show)
                }
            }
        }
    }
    if (!oc && obj.child) {
        var childs = Object.keys(obj.child);
        for (var i = 0; i < childs.length; i++) {
            var a = childs[i].slice(1);
            var b = obj.child[childs[i]];
            var c = b.togtype;
            document.getElementById(a).style.display = show;
            var tSPath = document.querySelector("path[ed\\:tosuperid='" + a + "']");
            if (tSPath) {
                tSPath.style.display = show;
            }
            var noteTip = document.querySelector("g[ed\\:noteto='" + a + "']");
            if (noteTip) {
                noteTip.style.display = show;
            }
            if (b.relafrom && !c) {
                if (b.relafrom.display !== show) {
                    var relafroms = Object.keys(b.relafrom);
                    relafroms.splice(relafroms.indexOf('display'), 1);
                    for (var k = 0; k < relafroms.length; k++) {
                        var d = relafroms[k];
                        extraRela[d].isC = true;
                    }
                    b.relafrom.display = show;
                }
            }
            if (b.relato && !c) {
                if (b.relato.display !== show) {
                    var relatos = Object.keys(b.relato);
                    relatos.splice(relatos.indexOf('display'), 1);
                    for (var k = 0; k < relatos.length; k++) {
                        var d = relatos[k];
                        extraRela[d].isC = true;
                    }
                    b.relato.display = show;
                }
            }
            if (c) {
                document.querySelector("g[ed\\:togtopicid='" + a + "']").style.display = show;
                if (c === 'minus') {
                    utd(b, a, show)
                }
                if ((b.call || b.boundary || b.summary) && c === 'plus') {
                    utd(b, a, show, true)
                }
            }
            if (b.call && !c) {
                utd(b, a, show, true)
            }
            if (b.summary && !c) {
                utd(b, a, show)
            }
            if (b.boundary && !c) {
                utd(b, a, show)
            }
        }
    }
}

function extraRelaFin() {
    var extrakeys = Object.keys(extraRela);
    for (var i = 0; i < extrakeys.length; i++) {
        var extraObj = extraRela[extrakeys[i]];
        if (extraObj.isC === true) {
            var fshow = document.getElementById(extraObj.fromid).style.display !== 'none' ? true : false;
            var tshow = document.getElementById(extraObj.toid).style.display !== 'none' ? true : false;
            document.getElementById(extraObj.id).style.display = fshow && tshow ? 'block' : 'none';
            extraRela[extrakeys[i]].isC = false;
        }
    }
}'))</script>
  </body>
</html>
